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In a $20$ over match, the required run rate to win is $7.2 .$ If the run rate is $6$ at the end of the $15^{th}$ over, the required run rate to win the match is
A
$1.2$
B
$13.2$
C
$10.8$
D
$12$
Solution
Total Required Run $=20 \times 7.2=144$
Total Run of the end of $15^{\text {th }}$ over $=15 \times 6=90$
Required Run Rate $=\frac{144-90}{5}=\frac{54}{5}=10.8$
Standard 13
Quantitative Aptitude
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